@keyframes rwdcur183879 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhcWVYW6DMAxGX9Fu5J4p3GGdWrXTdgdypvpCkyrvByEkAdZqTcFSRBRC/GJ/NgDGhtZwgC0hGoAtIZo42wiiBzhtB9FgweUw3teFGFNwSlY/1oNoFt+sBJEDnIq3K0BMNVDaiyGmKSij8GKIZQ2sBPE2WTkD339+Y8CuFkBDA3F8Buc34Bj37GZGRTtg/GAcEhkeMW4Yx0VpVrNeA2fgC6h+u/vWa6B0fmEHWKyIy+N5t84ZqoCAanzsVWe/7x3NHX5MQn8pABedd6begwA6ridT2gLk3qFp/hf3mhPDObT1AHgCQwCRZK+ieB3PqpLzePPg3IdbmhMDwatm+zXZ83gjWnIuYkOQ04PNiSGCqsYIyDCSkDwNgAjqFWWaX7SH0sF7cC4KV+cM5jrhfzmSuYXDh9ALsPchMiJZX3k+AoWZc5bSCGUJSkZbAWCU+dUFPWivdpFQCSlcYU+nIAo8OhI0qfzW57oY3mn4sF4KotrGp0+qz1xeLYNgq/QBJ2KuWPMoXVpvA5fmvaLaz6eL6u7/AzK3SaBVRWt3winEvHly59UBUpCs+Qp4P/833Nx+AQqgwouF0aXeAAAAAElFTkSuQmCC) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur183879 4s linear infinite forwards;
}